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Expert-verified Found in: Page 279 ### Pre-algebra

Book edition Common Core Edition
Author(s) Ron Larson, Laurie Boswell, Timothy D. Kanold, Lee Stiff
Pages 183 pages
ISBN 9780547587776 # Write the equivalent rate.$\frac{43}{\text{1 day}}=\frac{?\text{dollars}}{1\text{week}}$

The equivalent rate of $\frac{43}{\text{1 day}}$ is $301 per week. See the step by step solution ### Step by Step Solution ## Step 1 . Given The given rate is$\frac{43}{\text{1 day}}$ . ## Step 2 . To determine We have to determine the equivalent rate in dollars per week. ## Step 3 . Calculation In order to find an equivalent rate, we will convert from dollars per day to dollars per week. For that, we multiply the rate by a conversion factor. We know that 7 days = 1 weeks, it means $\frac{\text{7 days}}{\text{1 week}}=1$. $\begin{array}{l}\frac{43}{\text{1 day}}\\ ⇒\frac{43}{\text{1 day}}×\frac{\text{7 days}}{\text{1 week}}\left[\text{Multiply rate by common conversion factor}\right]\\ ⇒\frac{43}{\text{1}\overline{)\text{day}}}×\frac{\text{7}\overline{)\text{days}}}{\text{1 week}}\left[\text{Divide out common factor and unit}\right]\\ ⇒\frac{\text{301}}{1\text{week}}\left[\text{Simplify}\right]\text{}\end{array}$ So, the equivalent rate of $\frac{43}{\text{1 day}}$ is$301 per week. ### Want to see more solutions like these? 